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-15=3/4(p-12)
We move all terms to the left:
-15-(3/4(p-12))=0
Domain of the equation: 4(p-12))!=0We multiply all the terms by the denominator
p∈R
-(3-15*4(p-12))=0
We calculate terms in parentheses: -(3-15*4(p-12)), so:
3-15*4(p-12)
determiningTheFunctionDomain -15*4(p-12)+3
Wy multiply elements
-60p(p+3
Back to the equation:
-(-60p(p+3)
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-60p(p+3
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| -5=z+1 | | 1/4(8b-80)+6=70 | | -7x-47=4x+167 | | 39=8d+15 | | y=10.5-11 | | 25x*2x=100 | | 4x-18+2x+96=180 | | -10=u/3 | | 9x-40+7x-37+3x+23=98 | | 6x+3-9=30 | | 5=(-x/4.3) | | -60=-2(x-50) | | h(3)=-4(3)+1/2 | | 10x+16x=52 | | 0.5x+6=8x | | 3x2−8=2x | | 20x-4x=48 | | 3(6x+8)=24x18x | | 2x=10+2(x-5) | | 3(6x+8)=24x18 | | 7b+4=3b+12 | | 8x+6=(4x+3)3 | | f=-93+80 | | (7x)+(10x)=30 | | -20=-2(x-50) | | 6(2x-4)=-24+12x | | 60=-2(x-50) | | 30=-2(x-50) | | 37x=92x+11 | | -30=-2(x-50) | | 1(t–5)=‐12.2(4–t) | | 4.5x+4.8=18.3 |